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The one-way ANOVA fixed effects ICC was used: ICC=frac{MS_{mathrm{B}}-{MS}_{mathrm{W}}}{MS_{mathrm{B}}+left k-1right){MS}+left k-1rightwhere MSB and MSW represent the between- and within-subject mean sums of squares and k represents the number of groups (in this case 2).
In Figure 4B, the larger mean sums of the two lateral optic flows measured (Σω90°Lat = ω90°Rght + ω90°Lft) and the two vertical optic flows measured at 90° (Σω90°Vert = ω90°Drsl + ω90°Vtrl) are plotted as a function of the abscissa x.
In Figure 4C, the larger mean sums of the two lateral optic flows measured at 45° (Σω45°Lat = ω45°Rght + ω45°Lft) and the two vertical optic flows measured at 45° (Σω45°Vert = ω45°Drsl + ω45°Vtrl) are plotted versus the abscissa x.
Score values represent mean sums of the obtained credit points for all mice in a group.
Score values represent mean sums of the obtained credit points for all mice in the specific group/cell line (n = 10).
The summary of the statistical analysis for all the sample groups is included in Additional files 8 and 14 The results are presented as a table for each gene, with sums of squares (SS), degrees of freedom (df), mean sums of squares (MS), F-statistics (F), and p-value (for detailed comparisons see Additional files 3 and 4).
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Thus, SOP means sum-of-products while POS denotes product-of-sums.
Mean sum of squares.
zero mean sum of absolute differences.
where BSMSS and WSMSS are the mean sum of squares between subjects and within subjects, respectively.
Where WSMSS and BSMSS are within and between mean sum of squares, respectively.
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